Description: Source Code Archive
An Introduction to Numerical Analysis
with Applications to the Physical,
Natural and Social Sciences-neville.C
Neville s algorithm
divdiff.C
calculate the coefficients of the Newton form of the interpolating polynomial using divided differences
nf_eval.C
evaluate the Newton form of the interpolating polynomial
cubic_nak.C
construct the cubic spline interpolant with "not-a-knot" boundary conditions
cubic_clamped.C
construct the cubic spline interpolant with clamped boundary conditions
spline_eval.C
evaluate a spline interpolant (works with the output from cubic_nak.C and cubic_clamped.C)
hermite.C
calculate the coefficients of the Hermite interpolating polynomial
cubic_herm.C
evaluate the Hermite cubic interpolant Platform: |
Size: 2048 |
Author:范姜 |
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Description: calculate the coefficients of the Newton form of the interpolating polynomial using divided differences
Platform: |
Size: 1024 |
Author:katore vishal |
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Description: 各个函数的功能分别为求已知数据点的Lauguage,Akten,Newton,Gauss函数的插值多项式。-The function of each functional is how to caltulate the known numbers Lauguage,Akten,Newton,Gauss interpolation polynomials. Platform: |
Size: 3072 |
Author:hhsyla |
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Description: matlab的牛顿插值和样条插值多项式，以及牛顿插值和样条插值的误差。-matlab Newton polynomial interpolation and spline interpolation, and Newton interpolation and spline interpolation errors. Platform: |
Size: 34816 |
Author: |
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Description: Newton Interpolation Method
Values yi of the interpolating polynomial at the points xi.
Coordinates of the points of interpolation are stored in
vectors x and y. Horner s method is used to evaluate
a polynomial. Second output parameter a holds coeeficients
of the interpolating polynomial in Newton s form. Platform: |
Size: 1024 |
Author:wotdaf0ck |
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Search - newton interpolating